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Degré kelvin
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Lumens
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Tension
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IP
277,28 €
277,28 €
277.28000000000003
EUR
Expédié sous
5 jour(s) ouvré(s)
537,37 €
Cette combinaison n'existe pas.
Ajouter au panier
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Lexa - suspension ø316mm, blanc / transparent, led intég. 40w 80° 3000 - 50763
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